An Algorithm to Solve Non-Perfect Square Roots
ISEF · 2020 Mathematics
Overview
This study aims to find a solution to non-perfect square roots. The new Algorithm gives an approximate result by which we can identify the error percentage using the following equation: Error percentage = The real value of the root Algorithm result. The Algorithm equation is related to the root places. What is important about this Algorithm is that it helps students to save time and effort; moreover, students no longer need a calculator to find a solution to non-perfect square roots.
Competition history
- ISEF 2020
Resources
Related projects
ISEF · 2024
New Method to Estimate the Square Roots of a Non-Perfect Square
ISEF · 2015
A Method to Calculate Exact Values of n th Power of the Irrational Number Phi
ISEF · 2024
Solving High-Degree Equations Using Modern Technology
ISEF · 2021
Generalized Solution of the Fibonacci Problem
Closest projects by meaning, across every fair and year in the corpus.
Source: Regeneron International Science and Engineering Fair